1) penalty function
罚金函数
1.
Approximate computation of penalty function φ(u);
罚金函数φ(u)的近似计算
2.
This paper studies the expected discounted penalty function associated with the time of ruin for a risk model with stochastic premium.
本文研究随机保费风险模型下与破产时刻相关的平均折现罚金函数。
3.
In this paper,we consider the "penalty function"of the Risk Model With Compound Poisson-Geometric Process Under a Constant Interest Rate.
讨论了常利率下索赔次数为复合Poisson-Geometric过程的风险模型的罚金函数,得到了罚金函数的期望所满足的积分方程,并由所得到的积分方程推出了破产概率所满足的积分方程,初始盈余为0时,得到了罚金函数的期望及破产概率的精确解。
2) Gerber-Shui penalty function
Gerber-Shui 罚金函数
3) the expected discounted penalty function
折现罚金函数
1.
By a backward differential argument,we drive the integral equation satisfied by the expected discounted penalty function.
研究了当保费率随理赔强度的变化而变化时C ox风险模型的折现罚金函数,利用后向差分法得到了折现罚金函数所满足的积分方程,进而得到了破产概率,破产前瞬时盈余、破产时赤字的各阶矩所满足的积分方程。
2.
In this paper,we research the expected discounted penalty function with double Cox risk model in a Markovian environment.
研究了马氏环境下双Cox风险模型的折现罚金函数,利用后向差分法得到了折现罚金函数所满足的积分方程,进而得到了破产概率、破产前瞬时盈余、破产时赤字的各阶矩所满足的积分方程。
4) Gerber-Shiu penalty function
Gerber-Shiu罚金函数
1.
It gives the Gerber-Shiu penalty function and ruin probability.
讨论了一种特殊的延迟更新风险过程,给出了Gerber-Shiu罚金函数和破产概率的一种表达式,运用了Laplace变换及其反演来解决相关问题。
5) expected discounted penalty functions
罚金折现函数
1.
Firstly,integro-differential equations satisfied by the expected discounted penalty functions are derived by changing the model into two independent model,Laplace transforms of the expected discounted penalty functions are obtained.
将该过程转换为两类独立索赔风险过程,得到了该过程的罚金折现函数满足的积分微分方程及该函数的拉普拉斯变换的表达式,且当索赔额服从指数分布时,给出了罚金折现函数及破产概率的表达式。
6) discounted penalty function
折扣罚金函数
1.
This dissertation is devoted to dealing with the Gerber-Shiu discounted penalty function (we will simply it to Gerber-Shiu function) on the compound Poisson risk model with several dividend rates, which includes the Gerber-Shiu function on the compound Poisson risk model with three dividend rates and the Gerber-Shiu function on the compound Poisson risk model with n+1 dividend rates.
本学位论文致力于研究进行多段分红的古典风险模型的破产理论，主要研究了分三段分红的古典风险模型的Gerber-Shiu期望折扣罚金函数(以下我们简称Gerber-Shiu函数)和分n+1段进行分红的古典风险模型的Gerber-Shiu函数。
2.
We also get the integro-differential equation and boundary conditions for the discounted penalty function.
本文在线性红利界限下讨论复合 Poissson 风险模型,得到在破产后发放红利和不发放红利两种情况下的风险模型的一些性质,并得到折扣罚金函数的积分微分方程及边界条件。
补充资料：罚金条款
罚金条款：指在合同中规定违约的一方应向受损的一方支付约定数额的货币，作为对受损方的损害赔偿。该条款主要用于延期交货或延期接运货物等违约行为。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条